Most of my present research is performed in collaboration with my colleagues Damiano Brigo, Gianvittorio "The Master" Mauri and Fabio Mercurio, so why not take a look at what they have to say.

                    I feel this picture well represents my general emotional state when working
 
Current Research
  • Option pricing and hedging under the martingale approach

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  • Efficient numerical methods (in particular, Monte Carlo and Quasi Monte Carlo) applied to Finance

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  • Efficient calibration of financial models onto actual market data

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  • Smile effects, presently within the Equity and Foreign exchange markets

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  • Risk Management

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  • Interest Rates Modelling

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  • Equity Derivatives Modelling; efficient numerical pricing of exotic options and analytic approximations. In particular on this topic, Rita Scotti (former student at the Statistics Dept. of the  University of Bologna and stagiaire of mine) wrote her degree thesis entitled Study and applications of the Monte Carlo method for option pricing (in Italian). Rita also heroically dealt with the nitty-gritty details of our work on Approximated lognormal dynamics for basket options simulations.

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  • Foreign Exchange Derivatives Modelling; study of smile effects on pricing

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  • Credit Derivatives Modelling

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    Earlier Research in Physics
  • Quantum many-body physics; Correlation effects in fermionic/bosonic systems

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  • Semiconductor and metal physics; Electronic structure theory; X-ray spectroscopy of crystalline solids

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  • Band structure theory (applied the Linear Muffin Tin Orbitals (LMTO) calculation method in the Atomic Spheres Approximation (ASA) to the study of electronic properties of the transition metals' disilicides CoSi2, NiSi2 and to crystalline Ca)

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  • Density functional theory; Simulation methods; Variational and Diffusion Monte Carlo simulation for large bosonic and fermionic systems (for the latter, within the so-called fixed node approximation) to study Wigner crystallization and pairing phenomena in layered electronic systems

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  • Theoretical and Computational Physics at large

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